@keyframes rwdcur16799 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1ElEQVRYhe2WPUgbYRjHf2fSYHpSMVp7d9CYULDEFvxASmuHChUKpe1Sh6DQWZfQQTp0cygdpPgxiF06tISkUCihLhmEbBER+gE1XWwQ1FMzBWxSjJdz0IMgZ9IilwjeDx5eeJ/n7vfnDt47B/Ac6APSwC41IATogAbEgSHgYjUD9B8FKK0/wAdgAKizOoDHJEBpbQATwE0rQ6gVQhj11qoA8X+QhwGXVQHeVJC/tEps8OwEcR4YtFoO0GUiV4Heasjh8N1qJfKvgFItuUHqSP6ZKh9EBh+B17UQG0i1lJ9dEi+UW+XW0yIc31iLyur2KlEA/219JL0ozOWyQsTfo8e2V4leuUbQWNuCqnzaAE6zzSaFh2KLLl2+v+VemZWTe39Jmc1tfpGyl7zFhm+fnKNio/7Af7f4pJAT9o3rRA++5oDWatY37mH6qfUOFNrXfwjvAEQPPle9HjCbUx5vNTZ07jiu9xenu8fUp5lfdb/dLUXX0it5UvTgawuq8sq8Y+bqDX38eL/sE/j+/sJUxyMtlMgqkcOjoTKZBSn/My7cc7kdsf/pn/izsRx23ukd3k+Wk65FZTWzIOXTi8JcIceev0ePNQe0VrPZSn0bGxsbm/PLAUEGyfAbWao4AAAAAElFTkSuQmCC) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvUlEQVRYhe2WP0gbYRiHn89/NYIaDIG7DFodFKpDhqCNCFoRoYtD6aAizk7i4mDASdAhOEmHIk5GSKEgyRZBOioi6KJWh0gFuaAQ/yeK2s9BD4KciSKXCN4DLx9873vf84MP7i4fGAKagV3gnBwwCEjgFogAvUBJNgO0PQRIrQtgFugA8swOUGEQILX2AT/QYGYILUMIvX6aFSDyDPkcUGRWgMkMcp9ZYp3+J8RJ4LvZcgC3gVwDPNmQw/3d3qbI1wBXtuQ6Ww/yebL8ItL5BUzkQqyj5FL+dpmZUtvSra9FPN7wr6on9m3CALte2V29JIJ5cWbiXkL2bcLHdXTp67BHK39tgAKjzYtKOs4c0j5eEyv8EVG3PiTZMJob21SSe06Km0Ji5KaCr3+bZEvJFf/15xIOXDtVssyor59h+KlddEtFWRO/ARIOXNJGvdHc6KeYbdoZE9F2OTbwTWv9GBUHh6UUTM+pswkHrmGPVt64IAJHbkYe99MG6AqLwEqn7HvJPfuiynXpOj21/8TpS/pP/mx8Doovy93yTzqpf1U98UWV6+olEbRdchP3EtqpkmVGs5n6FhYWFhbvlzvZN8addOyN1gAAAABJRU5ErkJggg==) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur16799 1s linear infinite forwards;
}